SIP Calculator & Goal Planner

Work out what a monthly SIP grows into, or how much to invest each month to reach a goal. Supports step-up SIP, lump sum and inflation-adjusted results.

//📈 SIP & Goal Planner

📈 SIP & Goal Planner

A three-step planner. Choose whether you're growing a monthly habit or funding a specific goal (with presets for a house, education or a car), enter the amount, horizon and return, then see what it becomes — total invested versus growth, the value in today's money, a growth chart and a year-by-year table you can export.

Step 1 of 3·

What would you like to plan?

Both work out the same maths — just from opposite ends.

About SIP Calculator & Goal Planner

A SIP, or Systematic Investment Plan, means investing a fixed amount at regular intervals rather than a single lump sum. Its advantage is not magic — it is that a steady habit compounds, and that buying at regular intervals averages out the price you pay.

This planner works in both directions: tell it what you invest and it projects the outcome, or tell it what you need and it works out the monthly amount required.

How to use it

  1. Choose whether you are growing a monthly habit or funding a specific goal. Goals offer presets for common targets like a house deposit or a child's education.
  2. Enter the amount, the time horizon and the return you expect. An annual step-up models raising your contribution as your income grows.
  3. Read the result: the final value, how much of it is your own money versus growth, and what it is worth in today's money after inflation.

Frequently asked questions

What return should I assume?
Indian equity funds have historically returned roughly 10–13% over long periods, and debt funds closer to 6–8%. Past performance does not guarantee future returns, so it is worth checking your plan against a lower figure to see how much it depends on optimism.
What difference does a step-up make?
A large one. Raising a SIP by even 5–10% a year compounds alongside the returns themselves, and typically reaches a target years earlier than a flat contribution.
Why show the value in today's money?
Because ₹1 crore in 20 years will not buy what ₹1 crore buys now. At 6% inflation it has roughly a third of the purchasing power. Planning against the inflation-adjusted figure avoids a target that looks sufficient and is not.